Moduli of stable objects
The seminar in this semester (2022 spring) is on “Moduli of stable sheaves and objects”. The final goal of this seminar is to understand the construction of relative moduli spaces of (semi)stable objects in a family \(\mathcal{X} \to S\).
Due to the pandemic in Shanghai, we will hold the talks in 2022/03/18 and 2022/03/25 online. url
- Time: 1:30pm-3:30pm, Friday.
- Room: Classroom 102, SCMS.
References:
- A. Bayer, M. Lahoz, E. Macri, H. Nuer, A. Perry, and P. Stellari, Stability conditions in families.
Schedule
| Feb 25, 2022 | Yiran Cheng | Grauert-Mulich theorem and Bogomolov's inequality |
|---|---|---|
| Mar 2, 2022 | Haoyu Wu | Boundness for semistable sheaves |
| Mar 11, 2022 | Zaiyuan Chen | Construction of moduli space of semistable sheaves and Langton's theorem |
| Mar 18, 2022 | Xun Zhang | Local t-structure (I) |
| Mar 25, 2022 | Xun Zhang | Local t-structure (II) |